![Ethyl imidazo[1,2-a]pyridin-2-ylacetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJpAAASaQGeQmIhAAACQ3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF2MbY0MUUkWtJk1qN2ltpX2bHHBSpAAV0Lz8+50hbyQZEUZ33N1zxr6zJw/bfAVrW9VZWcSEU0bAFkmZZsUyJu9v30cheZhOEgzCwKKOyUfTfI49b7PZ0OTD5mZbFjQpc9L5x9s668VsfFpWS08wxr0/L8+vLTPKiroxRWKRqrNx3Rqfy8Q07V/8ZwovN9U6K7wu3MurdZftr2BuMLqtU3JayyP6ZojCIltZWJRVbhpYC0ZxsG+wtIWtTGNTmO/Q7FOJa59OXp7K5Cu3RYOqy5AlZvXaVF8JGvJyZZMvTIbKj6eY5BwB05T5rKrMDpzmzIaDEWB8MBJMAEaB0WBCMBEYzvBFP8cAjhEcQ3iAe76ybtK33afFP4dH+LV/3fNzL1sdt0zExKdBFHKQNPK5BkWFCiRoNEb8IEL0iRA4LlipADinSvs+cEE189EuqZBOBpTx8++DnyPvt7wUWhLY4bSjgHImNaAMdSf735pKfsseYPLQh5GifiT0SWqqhZIwiihTjJ/kwY75mBK4zd5xn6eTeVmkZypkaUzmnLQF+G0XtdjXgEBZpbbCtnYJXOg5IPqAq9gw4PcBV99hQPYB1w1HQNwCgitADc+g+oDrtGFA9wHXl0dgdgsI+4Dr4mEg6gNtzw8Tzt8rXXtG7jCX5W7P1B3mouLdGbzDXBS9O7N3GHm9BfeQi8ofroVBRl3V8jbinZ0X73CHoXp1v3lnl5+HV/70HxjQx28JqMcIAAAvBUlEQVR4Xu3dCbzVc/7H8Zn/WEZTY00YazKUJcLEGNKGRA1tzNjXjG2QMiTLSJYGGSNTQpZsZU8U0Ri7slRIiLSQRCUlzPd/3t/7+J1O33vuWT73nN8959zX8/E4j+p+f+fcc073/t7n910+3585AAAMfhZ+AQCAXBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwKEiA/+9nP/K0m2dpDP/zwg7vjjjvcQQcd5Jo0aeLWXHNN/+fuu+/uzj33XPfWW2+Fd0Hkm2+cu+QS53bZxblf/arqtvPOzl18sXNffx0eDQBmuZ/VM8gWENnaU82bN8/97ne/S96nphvSePdd57bcUm94+pvadAwAFEBBzsTZTurZ2iMrV670Vxk6dvPNN3e33HKLmzVrlvv+++/dl19+6aZMmeJuuOEG17Jly/CuWLbMue22qwoKvT/jxjm3dKlz337r3NNPO7frrlVtOkbHAkAtZT+r5yBbQGRrjwwbNswft/XWW7svvvgibEYmiWD1AdG8eVVwhPS1HXaoOmbIkLAVAPKW/ayeg2wBka090q5dO3/cnXfeGTYhm/32qwqH++4LW1a5996qY9q0CVsAIG/Zz+o5iAIi2y2bDTfc0B/3+eefh03IZoMNqsIh05Xb/PlVxyTeZwCorexn9RyEQVHTLZs11ljDH6dZWMhT4r3z4ZDpvVu5suoYHYus7r//fnfKKae4bzWOBKCa7Gf1HGQLiGztEa5AaiGXKxC9rzqGK5CM5syZ444++ujkz+1mm23m7rnnnvAwoN7LflbPQbaAyNYeadu2rT+OMRADxkBqbcWKFe7vf/+7a9iwof85XH/99d3OO++c/PndZ5993BtvvBHeDai3sp/Vc5AtILK1R/7973/747bZZhu3YMGCsBmZRLOwWrSomrob0tfUpmOYhVXNgw8+6H/u9POnrtQzzzzTLVq0yLeNGzfO7bDDDr7t//7v/9wJJ5zAVTLg6iBAnnnmGde+fXvXqFEjt+mmm7pjjz02+cuo9R677babP3aLLbbwgfLJJ5/49SELFy50b775ZuLcN8TtqjUNWJ0ColmzqoBo1apq7Ye+pjUfEyZUfU1trANZjaoa7L///smf0Y4dO7rp06eHh/mfweuvv96tt956/rhf//rX7uqrr/Y/s8jsu+++c++ygLUi1XzWz0M+AaJuqjFjxri5c+e6JUuWuMsuu8xP342o/zlaTJjplur99993y5cvX+1r9ZJ+SRPB64Mi3U1t/CJ7WpiqAfJf/OIX/uepWSJ8H3300fCwanS/U089Ne/71Uday3XJJZe4Bg0a+Pfq5ptvDg9Bmav5rJ+HdCf1VJnaly5d6n/AUunT3m233eYOOOAAt/HGG/taWPpTwXLeeee5t99+O3nsO++84x97yy23dKNGjUp5lAqm16nQnTgxbKmqdzVgQFX9K72vuu20U+ZaWPrFPvhg555/PmypOPrZuu6662p9JaGfwdQrlw4dOqS9cqmPpk2b5k488UT3y1/+0r83P//5z/1t7bXXds8++2x4OMpY+rN6TDQ9ctCgQa5z585hU850FaP7R7/If/jDHyp3oHPyZJd4gauuKEaMCI+wOeOMVY/Zvbtzs2aFR1QEjWVsv/32/uekUGMZo0ePXm3s5IzEe/nVV1+Fh9ULTz31lC+AGv0urrPOOu60007zPQQK7Siw1RWNylBnARL9kOnKYubMmWFz3p588smCnxxKhqbmJl5P4oVVneQTrzPxgsOj7H76qSqMmjSpevzEJ0fXv3/6wfgyNGPGjMQF1sFF+5Ch2VtXXHFFcvaWpqPfdNNN9WI9k177iMTPzk6Jq9zo/d1kk038+6Fxy1R9+vTx7Rr7/Pjjj1drQ3mqswCRxYsX+z7SfffdN2wySdc9cc011+TdPVEy9LwTzz/xQqpO7InXlXiBVQsCiyHx/+H69nVurbWqvt9vfuNcGU+p/uabb3z5f3WB6ueh2N2cGtfT+hF11+j77bjjjn7SSCXSLEmNX2qbhSg4dtllF78NQ02/b//73//cUUcd5Y/97W9/68eTUN7qNEBEIfIr7VlRQOEA6Xbbbecee+yx8LDSpucbVddNvI7EC9ILC48qDl0Rdumyqltrr72ce/XV8KiS9VPiikqFORs3buz//zXGpg8qmg0Uh5dfftm1bt06eWLt2rWr+/DDD8PDypLGeU4++eTk+IZu6kKeoJl+OdCHvAMPPNDfT9s2sMq/vMUeIIcddpgvy65ZU7Nnz/Z9xrUZA8kk3RTNkp9OqOeXeJ7Jk7cW/dXVBlo6KURrRxKfqt2xx2rDlvCokvL888/7ad7R//mRRx7pPv300/CwotOn7ZEjR/pV7HoeGkC+4IIL/JhdORo/fvxq3YAKEM1Gs/w+aeLMHnvs4R+nU6dO9aKrr1LFHiC6Ethzzz39AJvWeuiHsNiDjlokphLx+oENF4mVDD2fxPNK1rRKPN/EEw+Pip9+uf/5z1WlUho2dG7gQHV+h0fWKe0b06NHj+QJrlWrVu6FF14ID4udTpYXXXSRDxA9L40P3H777T5gSp26ovRcU1fjq8vq8ssvr3X3k7rANAVaj6m1YOXwfqC62AOkruiKR2Uq1F2mH1oNdP7rX/9yP/74Y3hovPT9E8/D16fSCVrdeYnn6UptXYtC/vTTVwVc06bOjRkTHhU7dYFcfPHFyS4VneA0qKturFKiQeNu3bolT8T6EPXiiy+Gh5UEhYN+VxR20fNViGhqvQbNC+Wjjz5KjqH069cvbEYZqDcBEokK5UUDnZo9Uldz06cnvu9bWqOhE7K6iBLPK/EEw8NKy7RpzrVvv6qLrW1bLcYJj4rFXXfd5Xeu1P/jWmut5c4//3w/plbKnnvuOT/YHJ2Y//znP7vPPvssPKxOvPfee653796+dyB6fupielpVDYpE3dma7KLvpd1GUV7qXYBENNCZuvf6H//4R/+JKA76PhoL2jrxfa9O3L5LPI/EEwoPK20PP+zctttWhcgvfuHeTZx4lgTTNovltddec3vvvXfy/+7QQw8tyFTwuOiqd+jQoW6jjTbyz19XxZrRVFfVFDRT7JBDDkl+qNLVnAbK41oYqQF4fQDQ9Pv7MhUDRcmptwEi6nfVtMPUgc6//e1vRRvo1OPq8aP+cM2Hfybx/V259v9quuagQW5+o0auf+L1NF1/ff8psliDovPmzfP95dGJrnnz5n5wt1x9/fXX7uyzz05OM95qq61iO4FqfEOD/C1btkwGsdZkXXrppXVSyFTTqxUgrFYvL/U6QCIa6LzwwgtXO7EXcqAzCio9bhRU+n76vpVg+fz5btBxx/kTQHRiL2S3h052V155pS/AqcffYIMN3I033li0oIqbuo6iqa267bfffr5rpxi0uG/gwIHJn0XdtF7l1ltvLej4hoWKVer5sFq9fBAgKdS1dPjhhyd/sTTQ+dJLL4WH5UX31+NEj6nHj6urLG7qWvr973+ffK3qFvnggw/Cw/Ly0EMPuaZNm/rH0wy6v/zlL9VWOFeKJ554wi+w02vVGqaTTjqpYFcDKiei9y51fEOhpfIupUTjWHpuGsCfNWt22IwSQ4CkMXHixNWmLmr1bL4DnTo+WnWrmx5Pj1sf3H333asNbquEhVaF52Pq1Km+SnP0/unv+lql00K7wYMHu3XXXde/bv2pf+vrFvqZ0xhR1O2nq18VOqzte6lg05obXVnrppp20d8nTZpknuarq3VNcmnUaAfXps05btEith4oZQRIDTTQqfLT0Ta7GujU/PdsA51q13Gp04X1OHU+XThmy5YtcwMGDEh+4lX/urpJsk2v1dWFCvDpakP309WHrkLqG52gdQUSVVPQlYmuUHKhsNEMtdQFlVqVr/8PlVi30PPR6v5evXolfyey3fR/rllm6g7OZ3bcypU/JELk2sTzvz7x50Puu+8qo6uyEhEgWWjB4VlnnZUc6NSCxPvvvz88zNPXowWLOl73K7kFizHThmA9e/ZMnlRUp0yfXEMaz9BagCg4NN6hcY+a6irVFxoL0ZhI9P6p20ljJuloQa6uBKJJIbq1aNHCn/izffCpiWZoaYairiSjx9RYl8a59HVNAtDAe3TTv1W6RTs4Rlc9uumDhK4sUrdiyOS771b68Nh993+7M898MvHzkfmDB+oGAZIjlWzQ/iTRL4R+qaOBPv3Zpk2bZJuOs5R4qGTq1oiuynTTJ9moxIhmUumEFLVperVmXGEVfTjRLC29P/pwohO1ZnGJxplOP/305MZNuqlsz9ixY4NHyZ3Wq6SOZ2lgW11fuhrM9WpCgaZZZSonk7o3SPfu3XOqDbZo0XJ32GH3+RAZMOC5sp2sWMkIkDw9/vjjvjijfhnUvaBPWqlFG9WO9KITkmZR6U+dVKIS/LqpWq7+ZEFZerqK0HqRKIh1UlcXXzT7TeMbxx9/vN9kzUpdXKljd+o608r+2hai1JW4Nu6K1r7oikT/zta1O3fuksQHsrt8iAwZ8krYjDpGgBioj/naa69NfuLTL4P+bR3orC+iAJk8ebLfWTIKXvWVq89eXVYESHaaoKGxhegkv/7667v+/fvXev8brb+IypfoRK+xi2wn+Hxp6rqKSkZdle3bt8864P7++18mrvhv9yFyzz32cEThESC1oC4YlY2v1Gm5hRYFSDS1V1Oc1fUSdYkQIPmJpocXYuGdPgBFga5wKnaBU3X76upd309dc9r0K5NXX53j9t771sRrHuaefjp79xfiQYAgNmGAhAiQ/Ghdh96vmiZ15ELTZnU1qMdRl6JmysVFHxy6dOniv7eKKmabWqzgUIDstddwHyioewQIYkOAFJa2jdX7pV04raLw0HqTdLPjik1dZCpPo+eg1fHZ9m4ZNWqq78pSl5a6tlC3CBDEhgApLI1R6P1SCFio2yoKj2KVTslF6la3WnCbrRadBtMVIhpcnzMntxlhKA4CBLEhQApL05/1fh1xxBFhU1YaN9GYh7qt6uLKI6T1PtF6F80ky0TTeTWtVyGiab6a7ou6QYAgNgRIYancut4vnXjzoam60WyrOMc8spk/f35yH/ts1Qd+/PEnv8BQIcJq9bpDgCA2BEhhqb6Y3q9ttS9LHqLuIv1Zah555BH/3LQmKNvaE4VGtFp96NDXw2bEgABBbAiQwmvYsKHvhsqVVphrNbg+6Rd7qq5V586d/c+Baspl8/XXy92gQS+4qVNtNb5QOwQIYkOAFF5U/j3XEvfR/4H2Ny9VKj2v8RktkNSe9/nQ1UimVetROwqDAEFsCJDCa9u2rX/PcilSqMKIOlahU+gV5oUWFeAcMmRI2JRRFBCtWw93n3xSVSssXTsKgwBBbAiQwovGM3LZGErVc0v96iPy8ssv++eqab35iAJCtzPOqF5MkgApLAIEsSFACk8l8PWeZZtNpXpTKsmuAozaq6UcRN1z06ZNC5tqFAVENEPr+ednpW1HYRAgiA0BUnjq4tF7piq9mWhPEB2nkuzl4uKLL/bPWSvucxUFxKxZX7vf/W64O/TQUe7771d11xEghUWAIDYESOGNHj3av2cq6plJNKbw8MMPh00l6z//+Y9/ztpfJ1epATF48Iv+78OHT07bjtojQBAbAqTworECTX3NRCXzNbMp2oSqHKxYscJPUdZU5WxbIUdSA2Lx4hWuXbuRiZ+7EW7+/KXV2iMaK4m+XojbNtuc4Bo02ML/v9Tmpn1f5swp7aKRBAhiQ4AU3uzZs/17pv3Pa6J9QnSMyqeXm2hfd22NnIvoJB554IHp/t99+05I2y69ez9eLQRqcytUgOh20kknrfZcSw0BgtgQIIWnveS1I6GuMGqiWld6XzULq9z06NHDP3dNQc5FdBKP/PTT/1zPng/6r6kEfNheqhT6mvCgq8a33norbC4ZBAhiMyQRIH9NnAwW1BAgExIBovZJBEheWrQ41DVp0s6tXJm+HtQ999zjT8LaR73cnHvuuf65a8fKXKQLiCg4evR4IG17qbrmmmv8a99///3DppJBgCA2ixMB8lXiF+LHGgLku0SAqH05AZKXnj1HuJYtB/v9w9O55ZZb/IlIs5rKzYABA/xzHzp0aNiUVk0Bce65T6/WzVQOVKG4WbNm/vVrskQpIkAQn0SAJH4bnKshQFwiQHw7AZKXc855yp8U33prftjkacMpnYQGDRoUNpU8PWc991w3zaopIGbPXux3MqypvVQ9+uij/vVvs802bvny0itbT4AgPgRIUaiYoE6KEyZ8FDZ5XIFUiTaiqqm9VHXs2NG/B/msh4kLAYL4ECBFMWLEFH9SvOeed8Imrz6NgVQircRfY401/HTmuXPnhs11igBBfAiQonjssRk+QG644eWwyYtmYXXt2jVsKnndu3f3zz3XWViV6swzz/Tvw9FHHx021SkCBPEhQIri5Zc/8wFy4YXPhk2ediDUyUe1pcpNy5Yt/XP/9NNPw6bYqYaYptRq06s77rjD3wYOHJj8u8YrVBU520ZYFtq7ZcMNN/R7uWjxaKkgQBAfAqQoPvpokQ+Qk09+LGxK0ha2Wi+S674hpUAn4rXXXtuvh/ifNkLPQFdhZ501zi1Z8n3YZPbOO++4G2+80XXr1s1tvvnmPshyvW211Va+fMzNN9/s9zcphJtuusk/duvWrbO+H3EhQBAfAqQodNJUgHTtem/YlPSnP/3Jn3zuv//+sKlkPfvss/45H3zwwWHTar78cpnbd9/bfPHEhQtrV2n43Xff9ZMNNOspDIVNN93Ur8k47rjjXJ8+fdyll16avOnf+nqbNm2S+82n3nbccUc/o0yVA6y0h8tOO+3kH2/kyJFhc50gQBAfAqRo/vCHEb7mU03UxaITj4KkXOikrOesBXWZXHrpcz5Ar7rqhbApZ+PHj3cdOnRY7aSv7rPzzz/fPfHEE27x4sXhXTLSfvXq6vrrX/+aLEuvm1aWH3nkkf7qxiLaFGyzzTZzS5dW1feqSwQI4kOAFM1hh93nT6IqIJiOTmgNGjTwxQkXLVoUNpccFU9Ut5H6/D/6KP30ZJk+fYHbc89hrm3bOxKvMf91Eqr4u8ceeyRP8Pqemjr83nvvhYfWyuuvv+7DRNv0Rt9LEwRyrfGVKtoY7MILLwybYkeAID4ESNGcckpVQcCZM78Km5KOOeYYf+K5+uqrw6aSM3bsWP9cVT+tJhoGOP74R/zrvvfeqWFzRpoOqyuB6GSuLiZ1C61cuTI8tKB0JaP3v0mTJv77KtQ1EK+aZrn68MMP/diQPgx8/PHHYXOsCBDEhwApmv79n/Un0hdfrLmPXTOI9Il+o402Konuj0z2228/f4LVGpaaPPnkTP+aVePqxx9zK/cuDz30kNtggw3846sIpXZzzLVcfKEsWbLEnXfeeW7NNdf0z2PvvffOa6ZZtBPl4YcfHjbFigBBfAiQoolWWT/6aOYZP9G6igsuuCBsKhlPPfWUf45Nmzat8ZP5d9/94Dp1utu/Zk1jzoWuLk499dTkVYc24VLXXl2aOnVqcqqyurf02nOhAIoG6ydOnBg2x4YAQXwIkKJRF45Opqm776Uzc+ZMt8466/hPvm+++WbYXOdUQDAadM509TF06Ov+9aoOWC4UFO3atfOPq/UUpbQzo2pc9e7d2z83rTi/8847w0PSuv322/19dtllFz9Dqy4QIIgPAVI0zzzzkT+hDhz4n7CpGvXB68SjDabynV1UbFHpEk2Hrcm8eUv9jDMVR/z00+xXEPPnz/djHHrcFi1auFmzZoWHlATVLNMsLXUz5rInjtaC7Lnnnv515VorrNAIEMSnSxeX+IilifthS5Vhw6oCpB7XPbL68MOvfIBcfvmksKkafVpt3769P/F0Sfyf1NWn15BWcuvkqYWDulKqSb9+EzKWbkmlhZPR2gmt4Sj1LX3HjBnjB8f1PuSy1uPFF19MjmvVxew6AgTxWbDAuSlTwq+u8v33zr3wgjqrwxbkQBsn5TqV9ctEiGu1tE6sxx57bJ2vbH7llVf8HuB6PvfeW/OCyMmT5/nw6NjxTvftt5lXnWucYPfdd0+GRzFKjBSDQkRXIupmHDduXNhcTbRItC6KZRIgQD01Y8aM5HTSo446yo8/1AWFh8Yl9DwuueSSsDlJ29MeeeRoHyCPPJJ9nUY0YUClP0p91lkoKsGv2WLZZmd99tlnPnwVOFpJHycCBKjHNAtIJTp0stLUWY0XxEndVtGVhyrOZjJmzLs+PP785zE+TDK59tpr/WNqYeACXfmWoWhgXWthapqNFrn88sv9sQcddFDYVFQECFDP6RPuzjvv7E9AjRs39iU4ik1XOxowV/+9vq/qSWWydOn3vttqjz3+7d58M3PITZkyxc9m0mI7Xd2UK83Oiqb4arFhJuqei7okVXolLgQIUMb0iVw3rQNJJ2rPRuMFxx9/vD8B6da5c+eCVZENPf3008mpuhowzzTmEbnuupf96/jb3zLvC6IJAdG4R7YaWuVAV4jqmtKK9WxlT1QoU69b721c3ZEECOKlhVvq595lF+d+9auqW+LTr9N2qyU+Q6YURQHRuvXwxAmm+vuXa4BEtEp7yy239CciDeT26NGjIJ/iNUivT8b77rtvMqQ0VTfTbKvIrFkL/ZTdffYZ4ebPzzyWcf311/vHbtWqVcnMLqstrVjXa1JZ+WyiFfyDBw8Om4qCAEF8NMCXODklfsLT39QW8yBguYsCQrczzhgbNucdIKLukMsuuyxZ7kO37bbbzg9wq/jgihXpCzaG9Dgqya6Ktqn7aWiF+d133x0eXqM//elCt+22vd3QoS+FTavRQLmms2rfExUvrBS6OtRkB3X3acOqTNR9p9e/7rrr+o3Eio0AQTyWLXOJs1BVULRs6ZymJ2pmzLffqk/DuV13rWrTMToWOYkC4swzn/R/Pv/8rLTtFt8m/m+GDBmSHB+JblqnsGvi/0uznPr27bvavhj6t76uvnuNQaTeT4PBWl2ebUA41ZNPPpk4ca7hmjfXNNzMwXXllVf676PvX2muuuoq/9pUADKbk08+2R970kknhU0FR4AgHlpZq4Bo3rwqOEL62g47VB2TOGkhN1FAzJr1td9Q6dBDR7nvv1/VdVObAEk1bdo0d8UVV7gDDjjANWzYcLVgqOnWqFEjvxmUVr5bqsaqdpVWy+uxRo0aFTavRldF0dWHxg0qjSoGrLfeer5bMdu0Xl156ApE74WuSIqJAEE89tuvKhzuuy9sWUWDqTomQxkLrC41IAYPftH/PbUeVqECJKSTmDZhSrc3uL6utQm1FY1n7LPPPmFTNfclfq50bLbdC8uZ9hPRa9TOhtloDETHakykmAgQxGODDarCIVO/rNYg6JgNNwxbUIPUgNBmUu3ajfR1oqLB5mIFSLFppbw+cetT9BtvvBE2V6MrI50wR48eHTZVDI3r6DWqrlc2unqLZroVcxtjAgTxUA0shUOm/m+VMNExOhY5CQPigQem+3/37TshbXu5iMqun3DCCWFTNQobBY26sOKavlpXtt9+e/++5LJjoma96VitDylWGRcCBPHI5Qrk88+5AslTGBBaod2z54P+a6qNFbbLv/71mvv73yf5ld0zZizMuqo7btr4Sn39WiPyuX4msoi6r1SOpdJF3Vi5Vt/VynQdr1l1xUCAIB6MgRRFuoCIgkM79YXtqpnYvv3I5Nd10/qKE0981C/WmzDhIzd37pKUR4ufCh/qpJfrQkDNNtLxGn+pdKoSoNfas2fPsCktXaloIaLKxRRiXCpEgCAe0SysFi2qpu6G9DW16RhmYeUsDIjIuec+vVpIpPryy2Vu/PiP3D/+8ZLfU1xjJqnH6tahw0i/WdOtt052L730mVuyJJ6uIY1h6ATZrFmznLujoplas2fXvJ1vpVDJdq0H0WLPXKlKr94fVe0tNAIE8VBAJE4KPiBatapa+6Gvac3HhAlVX1Mb60Dyki4gZPbsxX71dk3tqbSf+Pvvf+kefHC6u+yy512vXlVdYOHt8MPvdxdfPNHvfjh9+gK3cmVhV3qr9tM222zjT3YqspgLDRbrE7a2g60vVPxSYz7Lcvw90R4oGh9S8Gj/kEIiQBAfrTLfYouqoEh3Uxsr0fOSKSCifdJras9k2bKV7rXX5rqRI99yffo87Q466K5qgdKixdmuTZse7qyzznJ33XVXrWtnaZ2JwqNjx45hU41Uvlz30SLF+kIlYPSas61KT6UxE91njz32KOjeLwQI4qV6VwMGVNW/atCg6rbTTtTCKgMLFixzEyfO8sF06qmPJwLkZPfLX1aVgo9umnp74IEHuv79+/urCM2QysXcuXP9AkVV0dWixVxFM420KVZ9oZlp+VylieqCae903e+2224Lm80IEABmU6dOcyNGjHCnnXaa22233XwApAaKbltvvbUvynjddde5F154IW3Xy9FHH+2PzbYnSEilUXQ/zU6qL6J943XVl4/nnnvO32+TTTbx9bUKgQABUDBab6B+doWFZgpFYxqpN03RVS0trfW49dZb/YlQ/fPalfCrr74KHzKjaOe+i3UFW08MSFzB6zXnOpU31eGHH+7v269fv7DJhAABUFQLFy50jz32mD/Jd+rUyQ94h6Gim0InX7qP7ptLeY9Koddqfb9Uk0wBrsDWlsa1RYAAiJ1OXirprimmqu5rvYrgCiQ/Kq6o8FBXYyG2LyZAANQphclaa63l1llnnayVZkOMgeQn2tDrH//4R9hkQoAAqHPRrnu9evUKmzJiFlbuoi1vVU9L62cKgQABUOe++eYbt/HGG/vuFe16mKvp06f7k2IuJd8rRVTqRTXDcqXJDSqqqPspdAuFAAFQEoYNG+ZPcJoO/NNPP4XNaancifrztf1uffGb3/zGB2266dA1UTFFvbcqrlhIBAiAkqDQUHjoRDd8+PCwuUZRiXMtRqx0ulJTeGyhqg05Uo0wFVNUyZdcysDngwABUDImTZrkT5DqztI2rrk47rjjfIBoQL3SjR071r/Wbt26hU010j7qxZpoQIAAKClagKgTXp8+fcKmtDQdWMcff/zxYVPFOf/88/1rvfHGG8OmtLSoU4HcuHFjX1Sx0AgQACXlk08+8VN6NbX3gw8+CJurmTdvnj9JbrbZZr7mUyXTCn4FyDvvvBM2VaMuQRVP1PGWNSO5IEAAlBwtDNSJ75BDDgmb0orWNzz11FNhU8XQ+IVe47bbbhs2paWiiTq+ZcuWRQtWAgRAydEMo8033zznUFBNLR17xBFHhE0VIwpVVTrORsUSVTRRx6uIYrEQIABKUrTKvHnz5u6HH34Im1ejAXfNNFp77bXdnDlzwuayp4V/mnml90N7oGTTt29ff2w+g+0WBAiAkqSNj7RRlE6EN2hL5Cw0y0jHaoOrSjNy5Ej/2jp06BA2VfPhhx/6IFWNMRVPLCYCBEDJev311/32rargm21zKq0D0UlTA/CVtCZEg+E77rijD5Dx48eHzdV07drVH3vRRReFTQVHgAAoadE6D21alY2uPnSs1j5UCi2q1GvSjKpsJkyY4I/VavWlS5eGzQVHgAAoaSo73qhRI7+PRbbpq1rr0KRJE38S1cm03OVTI0zjRDvttJN/7XfeeWfYXBQECICSd9VVV/kTY9u2bcOmalTmXMdqN8RiLJ6L0ymnnOJfSy6zy/75z3/6Y1u3bu3Hj+JAgAAoeStWrPDrH3SCHDNmTNhcTefOnf2xhx12WNhUNh5++GH/GrTVb7YxHW0FrOM0XvTKK6+EzUVDgAAoC9EJtWnTpj5QMtEJdcstt/THX3PNNWFzyZs1a5YPBD3/hx56KGyu5owzzvDHHnPMMWFTUREgAMpG+/bt/YnyyiuvDJuqeemll/x0Vn0qV72scqFutxYtWvjXeeqpp4bN1UybNs2XtG/YsGHWK5VCI0AAlI2pU6cmT5aqgZXNAw884AffVcr88ccfD5tLjjZ+ijaMateuXU47B2ptiI4fOHBg2FR0BAiAsnL66afn1V1z8803++MVIqV8JaJpt1F4aN1HLhMAHnnkEX+8JgwsX748bC46AgRAWVm4cKHfgVBdU6+++mrYnJZCRFcius/VV18dNte5L774wu21117J8NDU5Wy0G2OzZs1ynlhQDAQIgLITTVnVSTfXKavqztKYiO6n2VlaY1EKNGsqKhy5++67+4DMhYJQ98llanOxECAAyo4WzUXlPbTuI1caWI9mZ6nbpy4XG+o1aIaY9j3R8+nevbuvopuL1MWVb7/9dtgcGwIEQFlSXSideFW249tvvw2ba6QpvtE6Ed1U9iTu2Uuq8dWqVSv//TUpIN+pxtp9Ufft3bt32BQrAgRA2erSpYs/kVoKB6rch8qE6P4qwqg6WsUuBa9ZZLrSUGmSqMtqypQp4WEZ5VNgstgIEABla+bMmcnS5Vp8ly/NdFJwRGMj+lNlQ7SJlargFoIGu0ePHu0OPvhgf+LX99loo43c9ddfn/dOgRrv2Wefffxj5FLivtgIEABlLdo8SZ/srbSmRPuJNGjQINm1pT3W1VWkqb+5rDlJ9dlnn7k77rjDHXXUUT4sosfU37UI0lopd9SoUf5xtMlWLmtEio0AAVDWNPAcVeCt7fateixtjxvtsZ5609Rhzfo69thjfdhceumlydvZZ5/t16WoXV1LqffTVceBBx7o7rvvvqwlWDLRNr/RroTjxo0Lm+sEAQKg7I0YMcKfWFu2bFmwrifNdNIML+1HssMOOyS7n7LdNDNKpUhOPPFEHxq5TsvNZsCAAf7xNQGgVBAgAMqeQkMD0jrB3nLLLWFzQajLSHWn9Olf3VO6DRo0KPl3fV3t2fZvt/j000/9Toua8jtjxoywuc4QIAAqwn//+18/u6lx48Y5lQEpJ7169fLheN5554VNdYoAAVAxtKZDJ9pzzjknbCpb2olQwagpx6Wyej5CgACoGLNnz/YzqVQ48b333guby4665nbbbTcfisOGDQub6xwBAqCiaFaUTridOnUKm8rO8OHD/WtRiBRqckAhESAAKor21IjqXY0dOzZsLhuLFy/23Vbqvpo0aVLYXBIIEAAVR9NnFSDbb799SSy4s+jTp49/DT179gybSgYBAqAiRYsB+/fv78uclNNNCyI1ZVdTdz/55JPwpZUMAgRARZo8eXKyaGG53vr16xe+rJJCgACoWN26dfM1rbRVbDnd1PWmcZxc9wepKwQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8v+9TMvRJU9LgAAAAABJRU5ErkJggg==)
| Product Number | 4H58-1-00J |
| CAS | 21755-34-0 |
| MDL Number | MFCD01113258 |
| Molecular Formula | C11H12N2O2 |
| Molecular Weight | 204.229 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-1-00J
CAS: 21755-34-0
Molecule Weight: 204.229
Formula: C11H12N2O2
![Imidazo[1,2-a]pyridin-2-ylacetic acid](data:image/png;base64,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)
PN: 4H21-1-KX
CAS: 19741-30-1
Molecule Weight: 176.175
Formula: C9H8N2O2
![Ethyl (7-bromoimidazo[1,2-a]pyridin-2-yl)acetate](data:image/png;base64,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)
PN: 4H23-9-64
CAS: 2116195-54-9
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl (6-bromoimidazo[1,2-a]pyridin-2-yl)acetate](data:image/png;base64,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)
PN: 4H23-9-63
CAS: 59128-04-0
Molecule Weight: 283.125
Formula: C11H11BrN2O2
![Ethyl 2-{6-fluoroimidazo[1,2-a]pyridin-2-yl}acetate](data:image/png;base64,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)
PN: 4H23-3-57
CAS: 1315359-46-6
Molecule Weight: 222.219
Formula: C11H11FN2O2
![Ethyl (6-chloroimidazo[1,2-a]pyridin-2-yl)acetate](data:image/png;base64,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)
PN: 4H58-5-AZ
CAS: 59128-02-8
Molecule Weight: 238.67
Formula: C11H11ClN2O2
![2-(Imidazo[1,2-a]pyridin-3-yl)acetic acid](data:image/png;base64,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)
PN: 4H21-1-HQ
CAS: 17745-04-9
Molecule Weight: 176.175
Formula: C9H8N2O2
![(7-Bromoimidazo[1,2-a]pyridin-2-yl)acetic acid](data:image/png;base64,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)
PN: 4H21-9-40
CAS: 1217061-44-3
Molecule Weight: 255.071
Formula: C9H7BrN2O2
TSCA: Not listed on TSCA inventory